Pages that link to "Item:Q5743053"
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The following pages link to On group algebras whose group of units has maximal derived length (Q5743053):
Displaying 9 items.
- Counterexamples to a rank analog of the Shepherd-Leedham-Green-McKay theorem on finite \(p\)-groups of maximal nilpotency class. (Q359351) (← links)
- Group rings with metabelian unit groups (Q2069805) (← links)
- On the lower bound of the derived length of the unit group of a nontorsion group algebra (Q2180616) (← links)
- (Q3077196) (← links)
- On the derived length of the unit group of a group algebra (Q3584490) (← links)
- THE DERIVED LENGTH OF A SOLUBLE SUBGROUP OF A FINITE-DIMENSIONAL DIVISION ALGEBRA (Q5289933) (← links)
- On the derived length of units in group algebra (Q5355078) (← links)
- ON THE DERIVED LENGTH OF THE GROUP OF UNITS OF A GROUP ALGEBRA (Q5386940) (← links)
- On the derived length of the unit group of group algebras of groups with cyclic commutator subgroup (Q5879429) (← links)